Exam 12: Hypothesis Testing and One-Sample T Tests

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Results are described as statistically significant when

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How small must the significance level be in order to reject the null hypothesis?

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Which of the following mathematical operators would indicate a research hypothesis?

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In order to reject the null hypothesis, the significance level must be _____ or less.

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Interval estimation and hypothesis testing are two types of inferential statistics. What is the difference between them?

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Which of the following questions about sample data could be answered using a one sample t test?

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You have a 95% level of confidence that, in the population, the actual average number of siblings is between _____ and _____.  

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If, at Step 2 in hypothesis testing, your sample results are consistent with the null hypothesis, what do you do?

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Your research hypothesis is that the average years of schooling are less than 12. Your null hypothesis is that the average years of schooling are 12 or more. The following results are consistent with the _____ and you proceed to _____.  

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What is the difference between a two-tailed hypothesis test and a one-tailed hypothesis test?

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You are testing a one-tailed hypothesis. The sample results are consistent with the research hypothesis. Based on the following results, the significance level is _____ and you _____ the null hypothesis.  

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Which of the following is a possible conclusion at Step 4 of hypothesis testing?

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What is Step 1 in hypothesis testing?

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Your research hypothesis is that the average number of children is less than 2. Your null hypothesis is that the average number of children is 2 or more. The following results are consistent with the _____ and you proceed to _____.  

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When can results be described as "statistically significant"?

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Which of the following is a null hypothesis?

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How can you tell which hypothesis is the null hypothesis and which the research hypothesis?

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A one-sample t test would be appropriate for which of the following hypotheses?

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Express each of the following probabilities as a percentage and as a fraction:  

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Which of the following is the smallest probability?

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